# ds=f'(t) and theThe function s= f(t) gives the position of an object moving along the s-axis as a function of time t. Graph f together with the velocity function v(t)=d2sacceleration function al (t), then complete parts (a) through (f).s 208t 16t,0sts 13 (a heavy object fired straight up from Earth's surface at 208 ft/sec)(t)

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Can you help me step by step with this question please

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Step 1

The position of an object with respect to time is S = 208t – 16t2, 0 ≤ t ≤ 13.
The graph of position vs time of given object is shown below:

Step 2

The velocity of the object is given by differentiating the position with respect to time, it gives:

Step 3

The graph of velocity vs time of g...

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